On \(m\)--fold Holomorphic Differentials and Modular Forms
Let \(\Gamma\) be the Fuchsian group of the first kind. For an even integer \(m\ge 4\), we study \(m/2\)-holomorphic differentials in terms of space of (holomorphic) cuspidal modular forms \(S_m(\Gamma)\). We also give in depth study of Wronskians of cuspidal modular forms and their divisors.
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| creator | Mikoč, Damir Muić, Goran |
| description | Let \(\Gamma\) be the Fuchsian group of the first kind. For an even integer \(m\ge 4\), we study \(m/2\)-holomorphic differentials in terms of space of (holomorphic) cuspidal modular forms \(S_m(\Gamma)\). We also give in depth study of Wronskians of cuspidal modular forms and their divisors. |
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| subjects | Analytic functions Mathematical analysis |
| title | On \(m\)--fold Holomorphic Differentials and Modular Forms |
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